PLANCK'S CONSTANT DEFINED
Copyright 1984 to 2007 Allen C. Goodrich
Orbital motion of a planet, moon or electron,is an
equilibrium motion.. which takes place in the
absence of a force or change of total energy.
Because orbital motion involves the rotation of a
mass about the center of mass of the rest of
the effective universe, at constant total energy
( kinetic amd potential ) , and
at a special mean orbital radius, it takes place
at
a definite frequency.or time for a complete
revolution. The frequemcy is
a definite function of the constant total energy
equilibrium , in
a universe that is expanding at a special rate.(
rate of change of
potential and kinetic energies.). In an expanding
universe the
value of potential energy is continually decreasing
and the value
of kinetic energy is continually increasing. At a
special value of
total energy ( or change of total energy or
change of kinetic
energy) of any mass m relative to the rest of
the effective universe
M-m, the frequmcy would have a special value. .
PLANCK'S CONSTANT h is the ratio of energy
change
De;ta E to frequence.v.
Delta E = h v
Planck's constamt is only a constant in the
expanding universe,
where the rate of change of total energy is
continually changing ,
if the rate of frequence change is also
changing at the same rate.
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